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One equation in a system of linear equations has a slope of -3.the other equation has a slope of 4.how many solutions does the system have?explain?

One equation in a system of linear equations has a slope of -3.the other equation has a slope of 4.how many solutions does the system have?explain?
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One equation in a system of linear equations has a slope of -3.the other equation has a slope of 4.how many solutions does the system have?explain?

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User Disasterkid
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2 Answers

3 votes
12 slopes because I divide and u get 12
answered
User Rennat
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8.2k points
2 votes
If the slopes are -3 and 4, we are able to assume that there is only one solution if they intersect, which is 0,0. When you graph it, both equations go through the origin ( (0,0) ), with one solution being the answer
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User Evayly
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